If you are excited about shorter time frames, information for 7-day and 30-day intervals are also obtainable in your review. The listing could additionally be adjusted once in a while in accordance with market conditions. In this evaluation, we’ll discover how Binance’s copy trading feature works, its benefits, and whether it lives as much as the promise of simplifying crypto trading. It’s essential for traders to remain knowledgeable concerning the authorized framework governing cryptocurrency actions of their respective jurisdictions to ensure compliance with any relevant rules.
With a few simple clicks we can have it linked and begin copying the trades of the users we're most thinking about. There could also be other related platforms, but this is essentially the most used for copy buying and selling and along with binance you can use even with different exchanges like bybit when you have an account. The copy trading characteristic is accessible via a newly designed dashboard on Binance's platform. Transparency is a key focus right here, as Binance shows essential metrics for each "master trader," helping you make an knowledgeable alternative. In a significant growth, Binance, the world's high crypto change, has introduced an automated copy trading feature. CEO Changpeng "CZ" Zhao announced this groundbreaking characteristic, aiming to democratize trading strategies.
Yes, you can have one lead buying and selling portfolio and as a lot as ten copy buying and selling portfolios concurrently. Copy buying and selling eliminates the need for constant market monitoring and manual trade execution. This may be particularly helpful for users who have other commitments and can't dedicate important time to trading. For weeks 2 and 3, as the whole profit share amount is lower than the shared profit quantity, the revenue to be settled is zero.
When a deposit or withdrawal occurs, the online asset value will be instantly up to date. Binance Futures is the popular crypto derivative trading platform that has just lately launched one of its buying and selling features “Binance Futures Copy Trading”. Once you have chosen the cryptocurrency, indicate the quantity you wish to deposit and click generate. Click on the one you want, and yow will discover extra detailed data, similar to the chance of the technique, the amassed profit and the pairs it operates.
It originated in conventional finance but has since become a well-liked function in cryptocurrency trading, providing a better way for beginners to get entangled within the markets. Think of it like shadowing a talented artist as they paint a masterpiece. You could not have their level of expertise, however by mimicking their brushstrokes and techniques, you possibly can create an identical piece of art?though your last end result might not be an actual duplicate. One of the standout options of Binance copy trading is the integration of automated buying and selling instruments, which simplify the process of executing trades for each lead traders and followers.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="604px" alt="binance copy trading" 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This publicity permits followers to diversify their funding portfolios and acquire insights into market developments and dynamics. Not only do they get to showcase their trading prowess, however additionally they earn a share of the profits generated by the merchants who observe them. For the majority of grasp dealer accounts, this profit-sharing proportion is ready at 10%. This serves as a big incentive, encouraging them to hold up excessive performance levels and proceed to offer priceless trading methods for his or her followers. Additionally, normal trading fees apply primarily based in your Binance account's VIP degree. Lead traders can obtain a 10% revenue share from their copy merchants and a 10% fee from their copy traders’ trading charges.
<div style="text-align:center"> <iframe width="563" height="316" src="https://www.youtube.com/embed/yVj1YYv0lC4" frameborder="0" alt="binance copy trading" allowfullscreen></iframe></div>
<h2>How Do I Interpret The Portfolio Sharpe Ratio On Binance, And What Does It Tell Me About My Portfolio’s Performance?</h2>
To comply with this tutorial, you have to create an account with coinmatics that you can do with the link you’ll find right here. And when you enter your email tackle, you have to affirm it with the code that you will obtain in your e-mail. And with this, you'll have your account created and ready to comply with this tutorial. Welcome to this information, where we're going to see how one can copy trade with Binance and copy strategies from different professional traders. Return-on-investment (ROI) measures the profitability of the dealer you might observe.
Hence, with the launch of Binance Futures Copy Trading, Crypto buying and selling is out there to a wider audience. You can navigate the copy buying and selling world with confidence and enhance your possibilities of succeeding on Binance by being diligent and having a radical understanding of the process. With this, we will have the api ready and we will have to copy the API key and paste it in coinmatics. The order amount may range primarily based on whether or not the copying mode you chose. Futures and Spot copy trading is out there to totally different country/region users based mostly on respective country-specific laws and regulatory constraints. The funds shall be returned to your Spot Account when the copy trading portfolio is closed.

<h3>Is My Spot Copy Buying And Selling Account Shared With My Binance Spot Account?</h3>
While within the [Fixed Ratio] mode, copy merchants set up a total portfolio funding amount, and the system copies trades proportionally primarily based on the entered amount. It's necessary to note that the lead dealer, who's making the trades on your behalf, can pay charges in accordance with the Binance payment schedule. Copy trading permits users to imitate the strategies of top-performing merchants on a platform. Not only does it function an entry point for newcomers to trading, but it also permits seasoned buyers to streamline their strategies by leveraging insights from the most effective in the enterprise. Once your account is ready up, you will need to deposit funds into your Binance account.
The success of your investments is dependent upon the performance of the traders you choose to repeat and prevailing market circumstances. Therefore, it's essential to conduct thorough research on lead merchants and follow sound threat administration. Copy trading has reworked the cryptocurrency buying and selling panorama, offering a singular alternative for knowledge sharing and risk administration. This prevents the property from being withdrawn, transferred out, or used for different buying and selling operations during the copy trading course of.
<img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="603px" alt="binance copy trading" 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">
<h3>Binance Spot Copy Trading Rules</h3>
<ul> <li>Maximum Drawdown (MDD) signifies the best loss from a peak, providing you with an idea of the risk concerned.</li> <li>The change has confirmed that it will preserve its presence within the U.K.</li> <li>Binance copy buying and selling seamlessly integrates with both spot and futures trading.</li> <li>Binance supplies an inventory of Lead Traders, each with an in depth profile that includes their trading efficiency, methods, danger ranges, and historic knowledge.</li> <li>The first step in utilizing Binance Copy Trading is to choose out a Lead Trader to copy.</li></ul>
After depositing funds, navigate to the [Trade] menu on the prime, and click on the [Copy Trading] choice to access the platform. If you don't already have a Binance account, you will need to create one. Follow the instructions to complete the registration and verification process, which incorporates verifying your e-mail handle and identity. Trading via [Fixed Amount] ModeThe system will place each order using the Cost Per Order amount you set.
By using this characteristic, users can routinely execute the identical trades as their chosen Lead Trader, while not having to continually monitor the market. Please notice that the minimal account balance for copy merchants is 10 or a hundred USDT, depending on the mode you select (Fixed Amount or Fixed Ratio mode). Withdrawing https://pumpedge.com/ will cause your account to close and require a model new account set-up to resume copy trading sooner or later. Select the [Fixed Ratio] tab to set preferences for copy buying and selling based mostly on ‘Fixed Ratio’ mode, where your orders might be allocated proportionally to the lead traders’ orders. Select the [Fixed Amount] tab to set preferences for copy trading on ‘Fixed Amount’ mode, the place orders shall be purchased by set amount.
This makes it potential for new traders to gain from the data and accomplishments of those who with a monitor report of success. Now enter the codes to verify that you're the one creating the api, and it'll appear. Here, we must allow the choice to allow spot &amp;margin buying and selling and in case you need to copy a replica trader of futures additionally the choice to enable futures. To do this, click on edit restrictions and choose these two choices or when you solely need to copy spot accounts, only the spot one, and click on on on save. Copy buying and selling does not assure earnings and carries a major degree of danger. It’s essential to practice danger administration and make investments correctly inside your financial means.